Tensor application in geodesy.

This might be more than you want, but a monograph on tensors and
geodesy is Hotine's Mathematical Geodesy.

https://archive.org/details/mathematicalgeod00hoti

For geodynamics, I suspect you will find many hits related to
"stress tensor" and "strain tensor", since, after all, the Earth's crust
is analyzed through continuum mechanics.

Thank you very much.

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You say you are looking for a article of Tensor application in geodesy or geodynamic.

If you look for the Hotine-Marussi Symposium on Mathematical Geodesy (the 4th one was held in 1998 in Trento; just to give you an idea)
you will find many articles of what you want.

More information from you will be needed on just what you want;
example: are you looking to write a class paper?

Several very interesting reports, books etc. are available.

Conformal Geometry, Hotine's Conjecture and Differential Geodesy by Professor Dr. Joseph D. Zund and Wayne A. Moore
July 1987, AFGL-TR-87-0233

Along with the book above that Dr. Dennis Milbert gave you a link to, you would want "Foundations of Differential Geodesy" by Dr. Joseph Zund
(in the book by Dr. Zund there is a very neat derivation of Euler formula for normal curvature by using the Leg Calculus, see page 182.

JOHN NOLTON

Thank you sir.

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What a complete explanation mr Nolton.
Thank you.

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